8 
8 
\param x independent variable; data scalar

9 
9 
\param a ; differentiable scalar

10 
10 
\param b ; differentiable scalar

11 

\return \f$ \f$


11 
\return \f$ \frac{ax}{b+x} \f$

12 
12 
\ingroup ECOL

13 
13 
**/

14 
14 
dvariable Michaelis_Menten1(const double& x, const prevariable& a, const prevariable& b)

...  ...  
24 
24 
\param x independent variable; data vector

25 
25 
\param a ; differentiable scalar

26 
26 
\param b ; differentiable scalar

27 

\return \f$ \f$


27 
\return \f$ \frac{ax}{b+x} \f$

28 
28 
\ingroup ECOL

29 
29 
**/

30 
30 
dvar_vector Michaelis_Menten1(const dvector& x, const prevariable& a, const prevariable& b)

...  ...  
40 
40 
\param x independent variable; data vector

41 
41 
\param a ; differentiable vector

42 
42 
\param b ; differentiable scalar

43 

\return \f$ \f$


43 
\return \f$ \frac{ax}{b+x} \f$

44 
44 
\ingroup ECOL

45 
45 
**/

46 
46 
dvar_vector Michaelis_Menten1(const dvector& x, const dvar_vector& a, const prevariable& b)

...  ...  
57 
57 
\param x independent variable; data vector

58 
58 
\param a ; differentiable scalar

59 
59 
\param b ; differentiable vector

60 

\return \f$ \f$


60 
\return \f$ \frac{ax}{b+x} \f$

61 
61 
\ingroup ECOL

62 
62 
**/

63 
63 
dvar_vector Michaelis_Menten1(const dvector& x, const prevariable& a, const dvar_vector& b)

...  ...  
73 
73 
\param x independent variable; data vector

74 
74 
\param a ; differentiable vector

75 
75 
\param b ; differentiable vector

76 

\return \f$ \f$


76 
\return \f$ \frac{ax}{b+x} \f$

77 
77 
\ingroup ECOL

78 
78 
**/

79 
79 
dvar_vector Michaelis_Menten1(const dvector& x, const dvar_vector& a, const dvar_vector& b)

...  ...  
91 
91 
\param x independent variable; data scalar

92 
92 
\param a ; differentiable scalar in a random effects model

93 
93 
\param b ; differentiable scalar in a random effects model

94 

\return \f$ \f$


94 
\return \f$ \frac{ax}{b+x} \f$

95 
95 
\ingroup ECOL

96 
96 
**/

97 
97 
df1b2variable Michaelis_Menten1(const double& x, const df1b2variable& a, const df1b2variable& b)

...  ...  
105 
105 
\param x independent variable; data vector

106 
106 
\param a ; differentiable scalar in a random effects model

107 
107 
\param b ; differentiable scalar in a random effects model

108 

\return \f$ \f$


108 
\return \f$ \frac{ax}{b+x} \f$

109 
109 
\ingroup ECOL

110 
110 
**/

111 
111 
df1b2vector Michaelis_Menten1(const dvector& x, const df1b2variable& a, const df1b2variable& b)

...  ...  
119 
119 
\param x independent variable; data vector

120 
120 
\param a ; differentiable vector in a random effects model

121 
121 
\param b ; differentiable scalar in a random effects model

122 

\return \f$ \f$


122 
\return \f$ \frac{ax}{b+x} \f$

123 
123 
\ingroup ECOL

124 
124 
**/

125 
125 
df1b2vector Michaelis_Menten1(const dvector& x, const df1b2vector& a, const df1b2variable& b)

...  ...  
136 
136 
\param x independent variable; data vector

137 
137 
\param a ; differentiable scalar in a random effects model

138 
138 
\param b ; differentiable vector in a random effects model

139 

\return \f$ \f$


139 
\return \f$ \frac{ax}{b+x} \f$

140 
140 
\ingroup ECOL

141 
141 
**/

142 
142 
df1b2vector Michaelis_Menten1(const dvector& x, const df1b2variable& a, const df1b2vector& b)

...  ...  
150 
150 
\param x independent variable; data vector

151 
151 
\param a ; differentiable vector in a random effects model

152 
152 
\param b ; differentiable vector in a random effects model

153 

\return \f$ \f$


153 
\return \f$ \frac{ax}{b+x} \f$

154 
154 
\ingroup ECOL

155 
155 
**/

156 
156 
df1b2vector Michaelis_Menten1(const dvector& x, const df1b2vector& a, const df1b2vector& b)
